JISD PAST EDITIONS
We will present an approach to the statistical properties of two-dimensional dispersive billiards (discrete and continuous-time) using transfer operators acting on anisotropic Banach spaces of distributions. After recalling some classical background (Bunimovich, Sinai, Chernov, etc) based on other approaches, we will survey results by Demers, Zhang, Liverani, etc, joint work with Demers and Liverani on the SRB measure of flows, joint work with Demers on the measure of maximal entropy and other equilibrium states of maps, and joint work with Carrand and Demers on the measure of maximal entropy for flows.
|Xavier Cabré||ICREA-Universitat Politècnica de Catalunya-CRM|
|Gyula Csato||Universitat de Barcelona-CRM|
|Amadeu Delshams||Universitat Politècnica de Catalunya-CRM|
|Marcel Guàrdia||Universitat de Barcelona-CRM|
|Tere M. Seara||Universitat Politècnica de Catalunya-CRM|
|Scott Armstrong||Université Paris – Dauphine|
|Jean Pierre Eckmann ||Université de Genève|
|Jean-Michel Roquejoffre||Paul Sabatier University|
|Susanna Terracini||Università de Torino|
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